La théorie des classes de Chern

Cited by (262)

Items 101–200 of 262

1. Galois theory and integral models of Λ-rings
   James Borger, Bart de Smit · 2008 · Bulletin of the London Mathematical Society
2. On the holomorphic sectional and bisectional curvatures in complex Finsler geometry
   Karen A. Chandler, Pit-Mann Wong · 2004 · Periodica Mathematica Hungarica
3. Real Algebraic Realization of Characteristic Classes
   Masahiro Shiota · 1982 · Publications of the Research Institute for Mathematical Sciences
4. Problemes Ouverts en Theorie des Intersections
   Alexandre Grothendieck · 1971 · Lecture notes in mathematics
5. Commuting polynomials and λ-ring structures on Z[x]
   F. J. B. J. Clauwens · 1994 · Journal of Pure and Applied Algebra
6. Diagonal Subschemes and Vector Bundles
   Vishwambhar Pati, Piotr Pragacz, Vasudevan Srinivas · 2008 · Pure and Applied Mathematics Quarterly
7. An algebraic study of group and nongroup error-correcting codes
   Jan-Erik Roos · 1965 · Information and Control
8. 𝐾-theory and 0-cycles on schemes
   Rahul Gupta, Amalendu Krishna · 2019 · Journal of Algebraic Geometry
9. Opérations sur la K-théorie algébrique et régulateurs via la théorie homotopique des schémas
   Joël Riou · 2006 · Comptes Rendus Mathématique
10. The rank of a quiver representation
    Ryan Kinser · 2008 · Journal of Algebra
11. Classes Caractéristiques de Fibrés Feuilletés, Holomorphes ou Algébriques
    Max Karoubi · 1994 · K-Theory
12. SINGULAR BOTT-CHERN CLASSES AND THE ARITHMETIC GROTHENDIECK RIEMANN ROCH THEOREM FOR CLOSED IMMERSIONS
    Burgos Gil · 2009 · arXiv (Cornell University)
13. Decomposable and indecomposable algebras of degree $$8$$ 8 and exponent 2
    Demba Barry · 2013 · Mathematische Zeitschrift
14. Algebraic cycles on Grassmann varieties
    Dan Laksov · 1972 · Advances in Mathematics
15. Murthy’s conjecture on 0-cycles
    Amalendu Krishna · 2019 · Inventiones mathematicae
16. ℋ — Cohomologies Versus Algebraic Cycles
    Luca Barbieri-Viale · 1997 · Mathematische Nachrichten
17. Some enumerative properties of secants to non-singular projective schemes.
    Dan Laksov · 1976 · MATHEMATICA SCANDINAVICA
18. Arithmetic Laplacians
    Alexandru Buium, Santiago R. Simanca · 2008 · Advances in Mathematics
19. NUMERICAL INVARIANTS OF FAMILIES OF LINES ON SOME FANO VARIETIES
    D G Markuševič · 1983 · Mathematics of the USSR-Sbornik
20. The Möbius algebra as a Grothendieck ring
    Kenneth Paul Baclawski · 1979 · Journal of Algebra
21. The variation of singular cycles in an algebraic family of morphisms
    Joel Roberts · 1972 · Transactions of the American Mathematical Society
22. Parity and symmetry in intersection and ordinary cohomology
    Shenghao Sun, Weizhe Zheng · 2016 · Algebra & Number Theory
23. Homology of free loop spaces, cyclic homology and non-rational poincare-betti series in commutative algebra
    Jan-Erik Roos · 1988 · Lecture notes in mathematics
24. Finsler Geometry of Holomorphic Jet Bundles
    Karen A. Chandler, Pit-Mann Wong · 2004
25. Characteristic Classes
    Jean‐Paul Brasselet · 2022 · Springer eBooks
26. An extremely non-homogeneous weak Hilbert space
    Spiros A. Argyros, Kevin Beanland, Theocharis Raikoftsalis · 2012 · Transactions of the American Mathematical Society
27. The Dolbeault dga of a formal neighborhood
    Shilin Yu · 2015 · Transactions of the American Mathematical Society
28. Universal Gysin formulas for flag bundles
    Lionel Darondeau, Piotr Pragacz · 2017 · International Journal of Mathematics
29. Kähler–de Rham Cohomology and Chern Classes
    Donu Arapura, Su-Jeong Kang · 2011 · Communications in Algebra
30. Generalites sur les λ-Anneaux
    P. Berthelot · 1971 · Lecture notes in mathematics
31. Una formula di geometria numerativa
    Mario Fiorentini, A. T. Lascu · 1981 · ANNALI DELL UNIVERSITA DI FERRARA
32. Topics in integral representation theory
    Irving Reiner · 1979 · Lecture notes in mathematics
33. A theorem on splitting of algebraic vector bundles and its applications
    Hideyasu Sumihiro · 1982 · Hiroshima Mathematical Journal
34. Chern-Schwartz-Macpherson Classes of Graph Hypersurfaces and Schubert Varieties
    Judson P. Stryker · 2011
35. Higher arithmetic intersection theory
    José Ignacio Burgos Gil, Souvik Goswami · 2019 · Advances in Mathematics
36. Le théorème de riemann-roch pour les variétés algébriques éventuellement singulières
    Jean-Louis Verdier · 2006 · Springer eBooks
37. Witt vectors. Part 1
    Michiel Hazewinkel · 2008 · arXiv (Cornell University)
38. Foliated affine and projective structures
    Bertrand Deroin, Adolfo Guillot · 2023 · Compositio Mathematica
39. The total Chern class is not a map of multiplicative cohomology theories
    Burt Totaro · 1993 · Mathematische Zeitschrift
40. The h -vectors of arithmetically Gorenstein sets of points on a general sextic surface in P3
    Megan Patnott · 2014 · Journal of Algebra
41. Chow rings of fine quiver moduli are tautologically presented
    Hans Franzen · 2015 · Mathematische Zeitschrift
42. Segre Classes and Invariants of Singular Varieties
    Paolo Aluffi · 2022 · Springer eBooks
43. Homology of algebraic varieties: An introduction to the works of Suslin and Voevodsky
    Marc Levine · 1997 · Bulletin of the American Mathematical Society
44. Le principe de scindage et l'inexistence d'une K-théorie de milnor globale
    R. W. Thomason · 1992 · Topology
45. Stable Vector Bundles as Generators of the Chow Ring
    Ernesto C. Mistretta · 2006 · Geometriae Dedicata
46. Higher arithmetic Chow groups
    José Ignacio Burgos Gil, Elisenda Feliu · 2012 · Commentarii Mathematici Helvetici
47. Chern Classes of Projective Modules
    Hideki Ozeki · 1963 · Nagoya Mathematical Journal
48. The Evens-Kahn formula for the total Stiefel-Whitney class
    Andrzej Kozlowski · 1984 · Proceedings of the American Mathematical Society
49. Nombres de Chern et groupes finis
    Luc Illusie · 1968 · Topology
50. Characteristic number obstructions to fibering oriented and complex manifolds over surfaces
    J. C. Alexander, Steven M. Kahn · 1980 · Topology
51. OPERATIONS IN KO-THEORY AND PRODUCTS OF REAL PROJECTIVE SPACES
    Haruo Suzuki · 1964 · Memoirs of the Faculty of Science Kyushu University Series A Mathematics
52. Chern class and Riemann-Roch theorem for cohomology theory without homotopy invariance
    Asakura, Masanori, Kanetomo Sato · 2013 · arXiv (Cornell University)
53. COHOMOLOGICAL WITT RINGS
    A A Bel'skiĭ · 1968 · Mathematics of the USSR-Izvestiya
54. Chern classes of tensor products
    Laurent Manivel · 2016 · International Journal of Mathematics
55. Euler class groups and 2-torsion elements
    S. M. Bhatwadekar, Jean Fasel, Sarang Sane · 2013 · Journal of Pure and Applied Algebra
56. Adams operations and λ -operations on classifying oriented cohomology theories
    José Malagón-López · 2008 · Journal of Pure and Applied Algebra
57. Fano threefolds with canonical Gorenstein singularities and big degree
    Il'ya Vyacheslavovich Karzhemanov · 2014 · Mathematische Annalen
58. Realization of Chern classes by subvarieties with certain singularities
    Hiroshi Morimoto · 1980 · Nagoya Mathematical Journal
59. Absolute geometry and the Habiro topology
    Lieven Le Bruyn · 2016 · EMS Press eBooks
60. On Grothendieck’s Riemann–Roch theorem
    Alberto Navarro · 2016 · Expositiones Mathematicae
61. A version of smooth K-theory adapted to the total Chern class
    Alain Berthomieu · 2010 · Journal of K-theory K-theory and its Applications to Algebra Geometry and Topology
62. Counting Divisors with Prescribed Singularities
    Israel Vainsencher · 1981 · Transactions of the American Mathematical Society
63. Algebraic vector bundles over real algebraic varieties
    M. Buchner, Wojciech Kucharz · 1987 · Bulletin of the American Mathematical Society
64. K-theory and 0-cycles on schemes
    Rahul Gupta, Amalendu Krishna · 2018 · arXiv (Cornell University)
65. Characteristic classes for families of bundles
    Alexander Berglund · 2022 · Selecta Mathematica
66. The connection between a conjecture of Carlisle and Kropholler, now a theorem of Benson and Crawley-Boevey, and Grothendieck's Riemann-Roch and duality theorems
    Amnon Neeman · 1995 · Commentarii Mathematici Helvetici
67. Miscellany on the Zero Schemes of Sections of Vector Bundles
    Piotr Pragacz · 2008 · Birkhäuser Basel eBooks
68. Multiplying Schubert Classes
    Piotr Pragacz · 2005 · Birkhäuser-Verlag eBooks
69. Étale Steenrod operations and the Artin–Tate pairing
    Tony Feng · 2020 · Compositio Mathematica
70. Elementary topology of stratified mappings
    Isao Nakai · 2018 · Advanced studies in pure mathematics
71. Every curve on a nonsingular surface can be defined by two equations
    M. Boratyński · 1986 · Proceedings of the American Mathematical Society
72. Poincaré forms, Gorenstein algebras and set theoretic complete intersections
    M. Boratyński · 1984 · Lecture notes in mathematics
73. K-theoretic Background
    R. Sujatha · 2015 · Cambridge University Press eBooks
74. Non-self-dual Stably Free Modules
    Madhav V. Nori, Ravi A. Rao, Richard G. Swan · 2010 · Developments in mathematics
75. Karoubi’s relative Chern character and Beilinson’s regulator
    Georg Tamme · 2012 · Annales Scientifiques de l École Normale Supérieure
76. Cyclotomic factors of necklace polynomials
    Trevor Hyde · 2022 · Acta Arithmetica
77. Involutions and Chern numbers of varieties
    Olivier Haution · 2020 · Commentarii Mathematici Helvetici
78. Betti numbers of stable map spaces to Grassmannians
    Massimo Bagnarol · 2022 · Mathematische Nachrichten
79. On uniqueness of characteristic classes
    Elisenda Feliu · 2010 · Journal of Pure and Applied Algebra
80. G-marked moduli spaces
    Binru Li · 2017 · Communications in Contemporary Mathematics
81. The Hodge cohomology and cubic equivalences
    Hiroshi Saitō · 1984 · Nagoya Mathematical Journal
82. Verschiebung and Frobenius operators
    Kalathoor Varadarajan · 1990 · Proceedings of the Indian Academy of Sciences - Section A
83. Vector bundles that fill n-space
    S. A. Robertson, R. L. E. Schwarzenberger · 1965 · Mathematical Proceedings of the Cambridge Philosophical Society
84. Erratum: Hodge Cycles on Abelian Varieties
    Pierre Deligne · 1982 · Lecture notes in mathematics
85. On the $q$-Dyson orthogonality problem
    Yue Zhou · 2019 · arXiv (Cornell University)
86. Cohomological invariants of line bundle-valued symmetric bilinear forms
    Asher Auel · 2009
87. Bisectional curvature of complements of curves in $\mathbb{P}^2$
    Pit-Mann Wong, Philip P. W. Wong · 2005 · Kyoto journal of mathematics
88. The order of higher Brauer groups
    Thomas Jahn · 2014 · Mathematische Annalen
89. Adams operations and symmetries of representation categories
    Ehud Meir, Markus Szymik · 2021 · Indiana University Mathematics Journal
90. On the q-Dyson orthogonality problem
    Yue Zhou · 2021 · Advances in Applied Mathematics
91. Lambda-rings
    Frédéric Patras · 2003 · Handbook of algebra
92. CHERN CLASSES OF AMPLE BUNDLES
    V M Barenbaum · 1971 · Mathematics of the USSR-Sbornik
93. The intersection multiplicity of a connected component
    J. H. de Boer · 1967 · Mathematische Annalen
94. Cycles de codimension 2 et H^3 non ramifié pour les variétés sur les corps finis
    Jean-Louis Colliot-Thélène, Bruno Kahn · 2011 · arXiv (Cornell University)
95. The horizontal base locus of multiples of tautological sheaves of projectivised cotangent bundles
    Tie Luo · 1991 · Commentarii Mathematici Helvetici
96. Rank Functors and Representation Rings of Quivers.
    Ryan Kinser · 2009 · Deep Blue (University of Michigan)
97. Chern classes of coherent analytic sheaves : a simplicial approach
    Timothy Hosgood · 2020
98. Algebraic Geometry versus Kähler geometry
    Claire Voisin · 2010 · Milan Journal of Mathematics
99. An Informal Introduction to Computing with Chern Classes
    Zach Teitler · 2004
100. Gysin homomorphism in generalized cohomology theories
     A. A. Solynin · 2006 · St Petersburg Mathematical Journal